Diagonal 24x24x24 magic cube (Composite 2)

The first grid consists of 8x diagonal 12x12x12 magic cube and the second grid consists of the numbedrs 0 up to 7. See below the construction of level 1

Take 1x number from first grid with 8x diagonal 12x12x12 magic cube [level 1]

109	1655	76	1635	88	1624	757	1007	724	987	736	976	109	1655	76	1635	88	1624	757	1007	724	987	736	976
1599	156	1561	170	1575	126	951	804	913	818	927	774	1599	156	1561	170	1575	126	951	804	913	818	927	774
140	1686	52	1662	53	1594	788	1038	700	1014	701	946	140	1686	52	1662	53	1594	788	1038	700	1014	701	946
1587	1578	182	1563	139	138	939	930	830	915	787	786	1587	1578	182	1563	139	138	939	930	830	915	787	786
1648	40	1660	65	1688	86	1000	688	1012	713	1040	734	1648	40	1660	65	1688	86	1000	688	1012	713	1040	734
104	72	1656	92	1644	1619	752	720	1008	740	996	971	104	72	1656	92	1644	1619	752	720	1008	740	996	971
1189	575	1156	555	1168	544	1405	359	1372	339	1384	328	1189	575	1156	555	1168	544	1405	359	1372	339	1384	328
519	1236	481	1250	495	1206	303	1452	265	1466	279	1422	519	1236	481	1250	495	1206	303	1452	265	1466	279	1422
1220	606	1132	582	1133	514	1436	390	1348	366	1349	298	1220	606	1132	582	1133	514	1436	390	1348	366	1349	298
507	498	1262	483	1219	1218	291	282	1478	267	1435	1434	507	498	1262	483	1219	1218	291	282	1478	267	1435	1434
568	1120	580	1145	608	1166	352	1336	364	1361	392	1382	568	1120	580	1145	608	1166	352	1336	364	1361	392	1382
1184	1152	576	1172	564	539	1400	1368	360	1388	348	323	1184	1152	576	1172	564	539	1400	1368	360	1388	348	323
109	1655	76	1635	88	1624	757	1007	724	987	736	976	109	1655	76	1635	88	1624	757	1007	724	987	736	976
1599	156	1561	170	1575	126	951	804	913	818	927	774	1599	156	1561	170	1575	126	951	804	913	818	927	774
140	1686	52	1662	53	1594	788	1038	700	1014	701	946	140	1686	52	1662	53	1594	788	1038	700	1014	701	946
1587	1578	182	1563	139	138	939	930	830	915	787	786	1587	1578	182	1563	139	138	939	930	830	915	787	786
1648	40	1660	65	1688	86	1000	688	1012	713	1040	734	1648	40	1660	65	1688	86	1000	688	1012	713	1040	734
104	72	1656	92	1644	1619	752	720	1008	740	996	971	104	72	1656	92	1644	1619	752	720	1008	740	996	971
1189	575	1156	555	1168	544	1405	359	1372	339	1384	328	1189	575	1156	555	1168	544	1405	359	1372	339	1384	328
519	1236	481	1250	495	1206	303	1452	265	1466	279	1422	519	1236	481	1250	495	1206	303	1452	265	1466	279	1422
1220	606	1132	582	1133	514	1436	390	1348	366	1349	298	1220	606	1132	582	1133	514	1436	390	1348	366	1349	298
507	498	1262	483	1219	1218	291	282	1478	267	1435	1434	507	498	1262	483	1219	1218	291	282	1478	267	1435	1434
568	1120	580	1145	608	1166	352	1336	364	1361	392	1382	568	1120	580	1145	608	1166	352	1336	364	1361	392	1382
1184	1152	576	1172	564	539	1400	1368	360	1388	348	323	1184	1152	576	1172	564	539	1400	1368	360	1388	348	323

+1728 x number from second grid with number 0 up to 7 [level 1]

0	7	0	7	0	7	0	7	0	7	0	7	3	4	3	4	3	4	3	4	3	4	3	4
7	0	7	0	7	0	7	0	7	0	7	0	4	3	4	3	4	3	4	3	4	3	4	3
0	7	0	7	0	7	0	7	0	7	0	7	3	4	3	4	3	4	3	4	3	4	3	4
7	7	0	7	0	0	7	7	0	7	0	0	4	4	3	4	3	3	4	4	3	4	3	3
7	0	7	0	7	0	7	0	7	0	7	0	4	3	4	3	4	3	4	3	4	3	4	3
0	0	7	0	7	7	0	0	7	0	7	7	3	3	4	3	4	4	3	3	4	3	4	4
0	7	0	7	0	7	0	7	0	7	0	7	3	4	3	4	3	4	3	4	3	4	3	4
7	0	7	0	7	0	7	0	7	0	7	0	4	3	4	3	4	3	4	3	4	3	4	3
0	7	0	7	0	7	0	7	0	7	0	7	3	4	3	4	3	4	3	4	3	4	3	4
7	7	0	7	0	0	7	7	0	7	0	0	4	4	3	4	3	3	4	4	3	4	3	3
7	0	7	0	7	0	7	0	7	0	7	0	4	3	4	3	4	3	4	3	4	3	4	3
0	0	7	0	7	7	0	0	7	0	7	7	3	3	4	3	4	4	3	3	4	3	4	4
5	2	5	2	5	2	5	2	5	2	5	2	6	1	6	1	6	1	6	1	6	1	6	1
2	5	2	5	2	5	2	5	2	5	2	5	1	6	1	6	1	6	1	6	1	6	1	6
5	2	5	2	5	2	5	2	5	2	5	2	6	1	6	1	6	1	6	1	6	1	6	1
2	2	5	2	5	5	2	2	5	2	5	5	1	1	6	1	6	6	1	1	6	1	6	6
2	5	2	5	2	5	2	5	2	5	2	5	1	6	1	6	1	6	1	6	1	6	1	6
5	5	2	5	2	2	5	5	2	5	2	2	6	6	1	6	1	1	6	6	1	6	1	1
5	2	5	2	5	2	5	2	5	2	5	2	6	1	6	1	6	1	6	1	6	1	6	1
2	5	2	5	2	5	2	5	2	5	2	5	1	6	1	6	1	6	1	6	1	6	1	6
5	2	5	2	5	2	5	2	5	2	5	2	6	1	6	1	6	1	6	1	6	1	6	1
2	2	5	2	5	5	2	2	5	2	5	5	1	1	6	1	6	6	1	1	6	1	6	6
2	5	2	5	2	5	2	5	2	5	2	5	1	6	1	6	1	6	1	6	1	6	1	6
5	5	2	5	2	2	5	5	2	5	2	2	6	6	1	6	1	1	6	6	1	6	1	1

= Diagonal 24x24x24 magic cube [level 1]

109	13751	76	13731	88	13720	757	13103	724	13083	736	13072	5293	8567	5260	8547	5272	8536	5941	7919	5908	7899	5920	7888
13695	156	13657	170	13671	126	13047	804	13009	818	13023	774	8511	5340	8473	5354	8487	5310	7863	5988	7825	6002	7839	5958
140	13782	52	13758	53	13690	788	13134	700	13110	701	13042	5324	8598	5236	8574	5237	8506	5972	7950	5884	7926	5885	7858
13683	13674	182	13659	139	138	13035	13026	830	13011	787	786	8499	8490	5366	8475	5323	5322	7851	7842	6014	7827	5971	5970
13744	40	13756	65	13784	86	13096	688	13108	713	13136	734	8560	5224	8572	5249	8600	5270	7912	5872	7924	5897	7952	5918
104	72	13752	92	13740	13715	752	720	13104	740	13092	13067	5288	5256	8568	5276	8556	8531	5936	5904	7920	5924	7908	7883
1189	12671	1156	12651	1168	12640	1405	12455	1372	12435	1384	12424	6373	7487	6340	7467	6352	7456	6589	7271	6556	7251	6568	7240
12615	1236	12577	1250	12591	1206	12399	1452	12361	1466	12375	1422	7431	6420	7393	6434	7407	6390	7215	6636	7177	6650	7191	6606
1220	12702	1132	12678	1133	12610	1436	12486	1348	12462	1349	12394	6404	7518	6316	7494	6317	7426	6620	7302	6532	7278	6533	7210
12603	12594	1262	12579	1219	1218	12387	12378	1478	12363	1435	1434	7419	7410	6446	7395	6403	6402	7203	7194	6662	7179	6619	6618
12664	1120	12676	1145	12704	1166	12448	1336	12460	1361	12488	1382	7480	6304	7492	6329	7520	6350	7264	6520	7276	6545	7304	6566
1184	1152	12672	1172	12660	12635	1400	1368	12456	1388	12444	12419	6368	6336	7488	6356	7476	7451	6584	6552	7272	6572	7260	7235
8749	5111	8716	5091	8728	5080	9397	4463	9364	4443	9376	4432	10477	3383	10444	3363	10456	3352	11125	2735	11092	2715	11104	2704
5055	8796	5017	8810	5031	8766	4407	9444	4369	9458	4383	9414	3327	10524	3289	10538	3303	10494	2679	11172	2641	11186	2655	11142
8780	5142	8692	5118	8693	5050	9428	4494	9340	4470	9341	4402	10508	3414	10420	3390	10421	3322	11156	2766	11068	2742	11069	2674
5043	5034	8822	5019	8779	8778	4395	4386	9470	4371	9427	9426	3315	3306	10550	3291	10507	10506	2667	2658	11198	2643	11155	11154
5104	8680	5116	8705	5144	8726	4456	9328	4468	9353	4496	9374	3376	10408	3388	10433	3416	10454	2728	11056	2740	11081	2768	11102
8744	8712	5112	8732	5100	5075	9392	9360	4464	9380	4452	4427	10472	10440	3384	10460	3372	3347	11120	11088	2736	11108	2724	2699
9829	4031	9796	4011	9808	4000	10045	3815	10012	3795	10024	3784	11557	2303	11524	2283	11536	2272	11773	2087	11740	2067	11752	2056
3975	9876	3937	9890	3951	9846	3759	10092	3721	10106	3735	10062	2247	11604	2209	11618	2223	11574	2031	11820	1993	11834	2007	11790
9860	4062	9772	4038	9773	3970	10076	3846	9988	3822	9989	3754	11588	2334	11500	2310	11501	2242	11804	2118	11716	2094	11717	2026
3963	3954	9902	3939	9859	9858	3747	3738	10118	3723	10075	10074	2235	2226	11630	2211	11587	11586	2019	2010	11846	1995	11803	11802
4024	9760	4036	9785	4064	9806	3808	9976	3820	10001	3848	10022	2296	11488	2308	11513	2336	11534	2080	11704	2092	11729	2120	11750
9824	9792	4032	9812	4020	3995	10040	10008	3816	10028	3804	3779	11552	11520	2304	11540	2292	2267	11768	11736	2088	11756	2076	2051

N.B.: This diagonal 24x24x24 magic cube consists of 8 proportional diagonal 12x12x12 magic cubes and in each level 1/4 rows/columns/diagonals and through the levels 1/2 pillars and 1/4 diagonals and 1/4 space diagonals give the magic sum.

See in the download below the construction of all levels, check if all formulas give the correct magic sum and check if all numbers are in the magic cube.

With method composite 2 you use a magic cube to construct a 2x (or 3x or 4x or ...) as big magic cube. See on this website the construction of:

12x12x12 (diagonal), 16x16x16 (Nasik), 20x20x20 (diagonal), 24x24x24 (diagonal),

32x32x32 (Nasik)

24x24x24, Diagonal (C2).xlsx

Microsoft Excel werkblad 921.7 KB

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24x24x24 magic cube